<snapdata remixID="9342872"><project name="Lab 2.2" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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C6oFtWVWuQO+CSQLTAut12tRejyG37h+GrAGrAHX5i8/fpGAhhlx+UdYAiMwiYC8JFrzsfz4JQLykmg913zzII6l2vmifC3R/PglAvKSaM3H8hvW73j2KMr+4gl+v910JD9+iYC8JFoa9QB58WMMhUjb+ing+TGBGh4/fqGA9SoEuxu+hp8GXKjJGgW53Bi+vZ8Kp3U71PnVFPnxSwTkJdF6rs9iW858jfpqwC3yD8asURANuL8g6tFvNx3Jj18iIC+J1vIbDg24YCiABTwLfg2PH79QwHoVgtmC/nnZirUl2xccE67P7XoUP36JgLwkWragp7y4Ay5kxoQr4LmDq+Hx4xcKWK9CMHfA7oArkTHhKno+E63p8eOXCbzieuUOOMvIP6NfMTA+EugPjLz0201H8uOXCIyQFw/iSCp6P3aAL3pfTvl8/qhc5u1Y11tj5McvEZCXRGs+dgA/j6JcKvEAhdNYC3NTfQt4nmBWw+PH74+AX0NaSMMIWxe2gvunsfr229kKrtnx4/e3gAasAftsrbgmaOg1QH78EoE95UUD1oA14GT2y4u8yEsksKeG2XLhyfVqwBZUC2rLrPpkTDLhWv6U12tRejyGH79EYMu8aMAasAaczFZ5kRd5iQS2bHAtJ7rl+WnAFlQLasssdQd8E9hywWoplfNrUbKDcBXYMi8asAasAdfWK378IoEtF/yWE3V+LUpf8wZGA9aANZDafOPHLxLQ4CKu2eA9+XkQx1IWPKihNkP48UsE5CXRmo/lN6yfR1FWSif4Fb3DgR+/REBeEi2NeoC8+DGGQqT3tBXSwuB6W5S+5rOhlr+kHi1K6nEVkJfny4sGXKiJQBfw/LpNDY8fv1DAehWC3Q1fw08DLtRkjYJMp3N8ez8VTut2qPOrKfLjlwjIS6I1H/uKfhpwITOvGBhvEPoDIy/9dtOR/PglAiPkRQNOKvoNWxIaXH9BRphw6qu+rQLy3Cq1PG4EPw24UOMRCmzB7y+w+vbbuWOt2fF7DT8NuFBnC3QBz5ZiDY8fv1DAehWCfcOOpwZcqIlAF/A0kBoeP36hgPUqBPuWBvzf6dfhfP6ondrvowf44vPlTF1vX7nVt8/tehQ/fomAvCRa87ED+HkU5VKJByicNxKFuam+Bbzpe3LHH/JXIORXwNtX/vwYw0IUbNXU5gc/fomAvCRa87H8xvXTgDVg36+szV9+/CIBDTPimg3ek58GrAFrILX1gB+/SGBPDaTlwl3vYyUNWAPWQFpWkU/GWGBqgPz4JQJ7yosGrAFrwMnslxd5kZdIYE8Ns+XCk+vVgC2oFtSWWeUO+CaQLDAttF6vRenxGH7j+mnAGrAGXJu//PhFAhpmxOUfYQmMwCQC8pJozcfy45cIyEui9VzzzYM4lmrni/K1RPPjlwjIS6I1H8tvWL/j2aMo+4sn+P1205H8+CUC8pJoadQD5MWPMRQibeungOfHBGp4/PiFAtarEOxu+Bp+GnChJmsU5HJj+PZ+KpzW7VDnV1Pkxy8RkJdE67k+i2058zXqqwG3yD8Ys0ZBNOD+gqhHv910JD9+iYC8JFrLbzg04IKhABbwLPg1PH78QgHrVQhmC/rnZSvWlmxfcEy4PrfrUfz4JQLykmjZgp7y4g64kBkTroDnDq6Gx49fKGC9CsHcAbsDrkTGhKvo+Uy0psePXybwiuuVO+AsI/+MfsXA+EigPzDy0m83HcmPXyIwQl48iCOp6P3YAb7ofTnl8/mjcpm3Y11vjZEfv0RAXhKt+dgB/DyKcqnEAxROYy3MTfUt4HmCWQ2PH78/An4NaSENI2xd2Arun8bq229nK7hmx4/f3wIasAbss7XimqCh1wD58UsE9pQXDVgD1oCT2S8v8iIvkcCeGmbLhSfXqwFbUC2oLbPqkzHJhGv5U16vRenxGH78EoEt86IBa8AacDJb5UVe5CUS2LLBtZzoluenAVtQLagts9Qd8E1gywWrpVTOr0XJDsJVYMu8aMAasAZcW6/48YsEtlzwW07U+bUofc0bGA1YA9ZAavONH79IQIOLuGaD9+TnQRxLWfCghtoM4ccvEZCXRGs+lt+wfh5FWSmd4Ff0Dgd+/BIBeUm0NOoB8uLHGAqR3tNWSAuD621R+prPhlr+knq0KKnHVUBeni8vGnChJgJdwPPrNjU8fvxCAetVCHY3fA0/DbhQkzUKMp3O8e39VDit26HOr6bIj18iIC+J1nzsK/ppwIXMvGJgvEHoD4y89NtNR/LjlwiMkBcNOKnoN2xJaHD9BRlhwqmv+rYKyHOr1PK4Efw04EKNRyiwBb+/wOrbb+eOtWbH7zX8NOBCnS3QBTxbijU8fvxCAetVCPYNO54acKEmAl3A00BqePz4hQLWqxDsWxrwf6dfh/P5o3Zqv48e4IvPlzN1vX3lVt8+t+tR/PglAvKSaM3HDuDnUZRLJR6gcN5IFOam+hbwpu/JHX/IX4GQXwFvX/nzYwwLUbBVU5sf/PglAvKSaM3H8hvXTwPWgH2/sjZ/+fGLBDTMiGs2eE9+GrAGrIHU1gN+/CKBPTWQlgt3vY+VNGANWANpWUU+GWOBqQHy45cI7CkvGrAGrAEns19e5EVeIoE9NcyWC0+uVwO2oFpQW2aVO+CbQLLAtNB6vRalx2P4jeunAWvAGnBt/vLjFwlomBGXf4QlMAKTCMhLojUfy49fIiAvidZzzTcP4liqnS/K1xLNj18iIC+J1nwsv2H9jmePouwvnuD3201H8uOXCMhLoqVRD5AXP8ZQiLStnwKeHxOo4fHjFwpYr0Kwu+Fr+GnAhZqsUZDLjeHb+6lwWrdDnV9NkR+/REBeEq3n+iy25czXqK8G3CL/YMwaBdGA+wuiHv1205H8+CUC8pJoLb/h0IALhgJYwLPg1/D48QsFrFchmC3on5etWFuyfcEx4frcrkfx45cIyEuiZQt6yos74EJmTLgCnju4Gh4/fqGA9SoEcwfsDrgSGROuoucz0ZoeP36ZwCuuV+6As4z8M/oVA+Mjgf7AyEu/3XQkP36JwAh58SCOpKL3Ywf4ovfllM/nj8pl3o51vTVGfvwSAXlJtOZjB/DzKMqlEg9QOI21MDfVt4DnCWY1PH78/gj4NaSFNIywdWEruH8aq2+/na3gmh0/fn8LaMAasM/WimuChl4D5McvEdhTXjRgDVgDTma/vMiLvEQCe2qYLReeXK8GbEG1oLbMqk/GJBOu5U95vRalx2P48UsEtsyLBqwBa8DJbJUXeZGXSGDLBtdyoluenwZsQbWgtsxSd8A3gS0XrJZSOb8WJTsIV4Et86IBa8AacG294scvEthywW85UefXovQ1b2A0YA1YA6nNN378IgENLuKaDd6TnwdxLGXBgxpqM4Qfv0RAXhKt+Vh+w/p5FGWldIJf0Tsc+PFLBOQl0dKoB8iLH2MoRHpPWyEtDK63RelrPhtq+Uvq0aKkHlcBeXm+vGjAhZoIdAHPr9vU8PjxCwWsVyHY3fA1/DTgQk3WKMh0Ose391PhtG6HOr+aIj9+iYC8JFrzsa/opwEXMvOKgfEGoT8w8tJvNx3Jj18iMEJeNOCkot+wJaHB9RdkhAmnvurbKiDPrVLL40bw04ALNR6hwBb8/gKrb7+dO9aaHb/X8NOAC3W2QBfwbCnW8PjxCwWsVyHYN+x4asCFmgh0AU8DqeHx4xcKWK9CsG9pwP+dfh3O54/aqf0+eoAvPl/O1PX2lVt9+9yuR/HjlwjIS6I1HzuAn0dRLpV4gMJ5I1GYm+pbwJu+J3f8IX8FQn4FvH3lz48xLETBVk1tfvDjlwjIS6I1H8tvXD8NWAP2/cra/OXHLxLQMCOu2eA9+WnAGrAGUlsP+PGLBPbUQFou3PU+VtKANWANpGUV+WSMBaYGyI9fIrCnvGjAGrAGnMx+eZEXeYkE9tQwWy48uV4N2IJqQW2ZVe6AbwLJAtNC6/ValB6P4TeunwasAWvAtfnLj18koGFGXP4RlsAITCIgL4nWfCw/fomAvCRazzXfPIhjqXa+KF9LND9+iYC8JFrzsfyG9TuePYqyv3iC3283HcmPXyIgL4mWRj1AXvwYQyHStn4KeH5MoIbHj18oYL0Kwe6Gr+GnARdqskZBLjeGb++nwmndDnV+NUV+/BIBeUm0nuuz2JYzX6O+GnCL/IMxaxREA+4viHr0201H8uOXCMhLorX8hkMDLhgKYAHPgl/D48cvFLBehWC2oH9etmJtyfYFx4Trc7sexY9fIiAviZYt6Ckv7oALmTHhCnju4Gp4/PiFAtarEMwdsDvgSmRMuIqez0Rrevz4ZQKvuF65A84y8s/oVwyMjwT6AyMv/XbTkfz4JQIj5MWDOJKK3o8d4Ivel1M+nz8ql3k71vXWGPnxSwTkJdGajx3Az6Mol0o8QOE01sLcVN8CnieY1fD48fsj4NeQFtIwwtaFreD+aay+/Xa2gmt2/Pj9LaABa8A+WyuuCRp6DZAfv0RgT3nRgDVgDTiZ/fIiL/ISCeypYbZceHK9GrAF1YLaMqs+GZNMuJY/5fValB6P4ccvEdgyLxqwBqwBJ7NVXuRFXiKBLRtcy4lueX4asAXVgtoyS90B3wS2XLBaSuX8WpTsIFwFtsyLBqwBa8C19Yofv0hgywW/5USdX4vS17yB0YA1YA2kNt/48YsENLiIazZ4T34exLGUBQ9qqM0QfvwSAXlJtOZj+Q3r51GUldIJfkXvcODHLxGQl0RLox4gL36MoRDpPW2FtDC43halr/lsqOUvqUeLknpcBeTl+fKiARdqItAFPL9uU8Pjxy8UsF6FYHfD1/DTgAs1WaMg0+kc395PhdO6Her8aor8+CUC8pJozce+op8GXMjMKwbGG4T+wMhLv910JD9+icAIedGAk4p+w5aEBtdfkBEmnPqqb6uAPLdKLY8bwU8DLtR4hAJb8PsLrL79du5Ya3b8XsNPAy7U2QJdwLOlWMPjxy8UsF6FYN+w46kBF2oi0AU8DaSGx49fKGC9CsG+pQH/d/p1OJ8/aqf2++gBvvh8OVPX21du9e1zux7Fj18iIC+J1nzsAH4eRblU4gEK541EYW6qbwFv+p7c8Yf8FQj5FfD2lT8/xrAQBVs1tfnBj18iIC+J1nwsv3H9NGAN2Pcra/OXH79IQMOMuGaD9+SnAWvAGkhtPeDHLxLYUwNpuXDX+1hJA9aANZCWVeSTMRaYGiA/fonAnvKiAWvAGnAy++VFXuQlEthTw2y58OR6NWALqgW1ZVa5A74JJAtMC63Xa1F6PIbfuH4asAasAdfmLz9+kYCGGXH5R1gCIzCJgLwkWvOx/PglAvKSaD3XfPMgjqXa+aJ8LdH8+CUC8pJozcfyG9bvePYoyv7iCX6/3XQkP36JgLwkWhr1AHnxYwyFSNv6KeD5MYEaHj9+oYD1KgS7G76GnwZcqMkaBbncGL69nwqndTvU+dUU+fFLBOQl0Xquz2JbznyN+mrALfIPxqxREA24vyDq0W83HcmPXyIgL4nW8hsODbhgKIAFPAt+DY8fv1DAehWC2YL+edmKtSXbFxwTrs/tehQ/fomAvCRatqCnvLgDLmTGhCvguYOr4fHjFwpYr0Iwd8DugCuRMeEqej4Trenx45cJvOJ65Q44y8g/o18xMD4S6A+MvPTbTUfy45cIjJAXD+JIKno/doAvel9O+Xz+qFzm7VjXW2Pkxy8RkJdEaz52AD+Polwq8QCF01gLc1N9C3ieYFbD48fvj4BfQ1pIwwhbF7aC+6ex+vbb2Qqu2fHj97eABqwB+2ytuCZo6DVAfvwSgT3lRQPWgDXgZPbLi7zISySwp4bZcuHJ9WrAFlQLasus+mRMMuFa/pTXa1F6PIYfv0Rgy7xowBqwBpzMVnmRF3mJBLZscC0nuuX5acAWVAtqyyx1B3wT2HLBaimV82tRsoNwFdgyLxqwBqwB19YrfvwigS0X/JYTdX4tSl/zBkYD1oA1kNp848cvEtDgIq7Z4D35eRDHUhY8qKE2Q/jxS2+3BToAAAL/SURBVATkJdGaj+U3rJ9HUVZKJ/gVvcOBH79EQF4SLY16gLz4MYZCpPe0FdLC4HpblL7ms6GWv6QeLUrqcRWQl+fLiwZcqIlAF/D8uk0Njx+/UMB6FYLdDV/DTwMu1GSNgkync3x7PxVO63ao86sp8uOXCMhLojUf+4p+GnAhM68YGG8Q+gMjL/1205H8+CUCI+RFA04q+g1bEhpcf0FGmHDqq76tAvLcKrU8bgQ/DbhQ4xEKbMHvL7D69tu5Y63Z8XsNPw24UGcLdAHPlmINjx+/UMB6FYJ9w46nBlyoiUAX8DSQGh4/fqGA9SoE+5YG/N/p1+F8/qid2u+jB/ji8+VMXW9fudW3z+16FD9+iYC8JFrzsQP4eRTlUokHKJw3EoW5qb4FvOl7cscf8lcg5FfA21f+/BjDQhRs1dTmBz9+iYC8JFrzsfzG9dOANWDfr6zNX378IgENM+KaDd6TnwasAWsgtfWAH79IYE8NpOXCXe9jJQ1YA9ZAWlaRT8ZYYGqA/PglAnvKiwasAWvAyeyXF3mRl0hgTw2z5cKT69WALagW1JZZ5Q74JpAsMC20Xq9F6fEYfuP6acAasAZcm7/8+EUCGmbE5R9hCYzAJALykmjNx/LjlwjIS6L1XPPNgziWaueL8rVE8+OXCMhLojUfy29Yv+PZoyj7iyf4/XbTkfz4JQLykmhp1APkxY8xFCJt66eA58cEanj8+IUC1qsQ7G74Gn4acKEmaxTkcmP49n4qnNbtUOdXU+THLxGQl0TruT6LbTnzNeqrAbfIPxizRkE04P6CqEe/3XQkP36JgLwkWstvODTggqEAFvAs+DU8fvxCAetVCGYL+udlK9aWbF9wTLg+t+tR/PglAvKSaNmCnvLiDriQGROugOcOrobHj18oYL0KwdwBuwOuRMaEq+j5TLSmx49fJvCK65U74Cwj/4x+xcD4SKA/MPLSbzcdyY9fIjBCXjyII6no/dgBvuh9OeXz+aNymbdjXW+NkR+/REBeEq352AH8/hdEj9RDEkcfXgAAAABJRU5ErkJggg==</pentrails><costumes><list id="2"><item><costume name="Untitled" center-x="240" center-y="180" 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s="turnLeft"><l>90</l></block></script></block><block s="up"></block><block s="forward"><l>20</l></block></script></block><block s="changeYPosition"><l>10</l></block><block s="changeXPosition"><l>-480</l></block><block s="forward"><l>10</l></block></script></block><block s="forward"><l>-20</l></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Lab 2.2" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>